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The material model accounts for different yield strengths in tensile and compressive direction as well as pressure dependence.
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The material model accounting for elastic plastic isotropic and kinematic hardening effects in rails is adopted.
A phenomenological material model accounting for both temperature and strain-rate effects has been developed, which well describes the compressive and failure behaviors at various strain rates and environmental temperatures.
The material models account for both ply failure mechanisms and delamination.
A new material model that accounts for the effect of stress state on grain-boundary-sliding creep is proposed.
The rate sensitive microplane material model, which accounts for large deformations and rate effects, is used as a constitutive law.
The proposed cohesive relation is a composite-type material model that accounts for the properties of both the original and the healing material, which are typically different.
By mathematically modeling the distribution of measurements on the extraneous material, the model accounts for the extraneous matter and allows for a more accurate analysis of nematode growth.
We use Glen's law for secondary creep of ice as the material model and account for the anisotropic creep behaviour of single crystals by assigning individual network strands a random orientation of the c-axis.
A deformation-based design approach called the continuous strength method (CSM) has been proposed for the design of stocky cross-sections, which relates the strength of a cross-section to its deformation capacity and employs a bi-linear (elastic, linear hardening) material model to account for strain hardening.
Such size effects can be captured by material models which account for internal length scales, such as constitutive equations in higher order continuum theories (Altenbach et al. 2013).
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CEO of Professional Science Editing for Scientists @ prosciediting.com